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Xbpans ^fpI

Xbpans ^fpI AmIpp. (1) \np sNpI. \nkvImcs lemem m thn Xbpw sNppshtm apkzvl^v kv]inm thnsbtm atm IcpXnbm aXn. ]t, Xbpw sNppshtm Xbpans ^fns\ hoppshtm IcpXnbm aXnbmhpIbn. am{Xa, Aipnsb \oppshp IcqXnbmepw aXnbmhpIbn. ImcWw Xbpw sImv Aipn \opI bn. AXpsImmWv Xbpw sNbvXh\v shw D]tbmKnm km[nm Xbpw Akm[phpw hpfp \n_hpamsWv ]dbpXv.

Xbpans \npI aqp hn[amWv. (1) ^fp \nkvImcn\pthn Xb pw sNppshv IcpXpI. (2) \nkvImcn\p thnsbtm, kpv \nkv Imcn\p thnsbtm, anv \nkvImcn\v thnsbtm, PpapA JpXzp _v thnsbtm IcpXpI. (3) \nkvImchpw JpXzp_bpam apkzvl^v kv ]inpI, Xzhm^v sNpI XpSnb GsXnepsamn\p thnsbp Icp XpI.

Hmw \nv sNbvX Xbpw sImv Hcp ^fv \nkvImchpw Dtinp{X kpv \nkvImchpw anv \nkvImchpw Xzhm^pw \nlnmw. ]t, JXzo_v JpXzp_ \nlnm PpapA \nkvImcn\p thsd Xbpw sNWsapam{Xw. cmw \np sNbvX Xbpw sImv IcpXssXmw A\phZ\obamIpw. Fm ^fv \nkvImcw ]mSn. aqmw \np sNbvX Xbpw sImv \nkvImchpw JpXzp_bpamsXmw A\phZ\obamWv.

(2) XShm thn aSnsSp. ASnsSp tijw XShpXn\v ap]v AipnbpsS GsXnepw ImcWw Ah\n \npmbm hopw ASnsSp tXmWv. ASnsSpptm Xs \npmthXpw apJns A ]sanepw XShpXv hsc \nv tijntXpamWv. aSnsSp tijw \np apdnm apJw XShptm hopw \nv sNtnhcpw.

(3) apJw XShpI. apJn s] IXS, aqns ap`mKw, tapv XpSnbhsbmpw hnpt]mIcpXv. Fm, XnnbtXm t\cnbtXm Bb XmSn bpsSbpw CXc tcmafpsSbpw Dntev ap tNtXn. aSnsSpp XmsX ImpsImtm atm apJp apmbm AXpsImv XSh aXnbmIn. (4) ssII appsS XShpI. CXn\p aSnsSpptm tam Xncw Agnp amtXmWv.

(5) XXo_v. \ntmsS aSnsSp tijw \ntmsS Xs apJw XShpI, tijw cv ssIIfpw. cp{]mhiysanepw aSnsSp \n_amWv. Hp apJn\pw asmv ssIIpw. Fm, cp XhWsImv ]qambn XShm Ignnsn hnnmhpXmWv.